Presentation is loading. Please wait.

Presentation is loading. Please wait.

Ch 5. Dynamics of Uniform Circular Motion Uniform circular motion  constant speed & circular path. T = time to travel once around the circle. Example.

Similar presentations


Presentation on theme: "Ch 5. Dynamics of Uniform Circular Motion Uniform circular motion  constant speed & circular path. T = time to travel once around the circle. Example."— Presentation transcript:

1 Ch 5. Dynamics of Uniform Circular Motion Uniform circular motion  constant speed & circular path. T = time to travel once around the circle. Example 1: A Tire-Balancing Machine The wheel of a car has a radius of 0.29m and it being rotated at 830 revolutions per minute on a tire-balancing machine. Determine the speed at which the outer edge of the wheel is moving. 1

2 5.2 Centripetal Acceleration speed is constant, but velocity is not direction of centripetal acceleration = towards center of circle 2

3 Example 3: Effect of Radius on Centripetal Acceleration The bobsled track contains turns with radii of 33 m and 24 m. Find the centripetal acceleration at each turn for a speed of 34 m/s. Express answers as multiples of 3

4 5.3 Centripetal Force Centripetal Acceleration Centripetal Force Example 5: The Effect of Speed on Centripetal Force The model airplane has a mass of 0.90 kg and moves at constant speed on a circle that is parallel to the ground. Find the tension in the 17 m guideline for a speed of 19 m/s. 4

5 5.4 Banked Curves Unbanked curve static friction  centripetal force Frictionless banked curve  centripetal force = horizontal component of the normal force.  vertical component of the normal force  balances the car’s weight 5

6 5.4 Banked Curves Example 8: The Daytona 500 The turns at a Speedway have a radius of 316 m and are banked at 31 degrees. The turns were frictionless. At what speed would the cars have to travel around them? 5.5 Satellites in Circular Orbits satellite  only one speed  fixed radius orbit 6

7 5.5 Satellites in Circular Orbits Example 9: Orbital Speed of the Hubble Space Telescope Determine speed of Hubble Telescope orbiting at 598 km above earth surface Orbital Period of satellite Global Positioning System 7

8 5.6 Apparent Weightlessness and Artificial Gravity Example 13: Artificial Gravity At what speed must the surface of the space station move so that the astronaut experiences a push on his feet equal to his weight on earth? The radius is 1700 m. 8

9 5.7 Vertical Circular Motion 9


Download ppt "Ch 5. Dynamics of Uniform Circular Motion Uniform circular motion  constant speed & circular path. T = time to travel once around the circle. Example."

Similar presentations


Ads by Google